FIELD OF THE INVENTIONThis invention pertains to catadioptric projection systems suitable for use with ultraviolet light sources and applicable to steppers and microlithography systems for the manufacture of semiconductors and liquid crystal display panels.
BACKGROUND OF THE INVENTIONSemiconductor device geometries continue to grow smaller. Because the manufacture of semiconductor devices requires the transfer of high-resolution circuit patterns be transferred to semiconductor wafers, the microlithography systems that project these circuit patterns onto semiconductor wafers must form high-resolution images.
The resolution of microlithography systems has been improved in several ways. For example, high-resolution microlithography systems use ultraviolet light instead of visible light and have high numerical aperture optical systems.
Various types of high-resolution optical projection systems have been considered for high-resolution microlithography systems. Purely refractive projection systems are inadequate at ultraviolet wavelengths. For wavelengths below 300 nm, only a few optical materials are transmissive and refractive optical elements generally must be made of either synthetic fused quartz or fluorite. Unfortunately, combining optical elements of synthetic fused quartz and fluorite is ineffective in eliminating chromatic aberration because the Abbe numbers of synthetic quartz and fluorite are not sufficiently different. Therefore, refractive optical systems for wavelengths less than about 300 nm suffer from unacceptable levels of chromatic aberration.
Fluorite itself suffers from several disadvantages. The refractive index of fluorite changes relatively rapidly with temperature and fluorite polishes poorly. Therefore, most ultraviolet optical systems do not use fluorite, and thus exhibit uncorrected chromatic aberration.
Purely reflective projection systems avoid these difficulties, but a reflective projection system typically requires a large diameter mirror; frequently, the mirror must be aspheric. Because the manufacture of precision aspheric surfaces is extremely difficult, a reflective projection system using an aspheric mirror is prohibitively expensive.
Catadioptric projection systems have also been used. A catadioptric projection system is a projection system that uses both reflective elements (mirrors) and refractive elements (lenses). Many catadioptric projection systems for microlithography systems form at least one intermediate image within the optical system. Examples include the catadioptric projection systems of Japanese laid-open patent documents 5-25170 (1993), 63-163319 (1988), and 4-234722 (1992), and U.S. Pat. No. 4,779,966.
Japanese laid-open patent document 4-234722 (1992) and U.S. Pat. No. 4,779,966 describe catadioptric projection systems comprising a concave mirror and double-pass lens groups having negative power. In these systems, an incident light beam propagates through the double-pass lens group in a first direction, strikes the concave mirror, and then propagates as a reflected light beam through the double-pass lens group in a second direction opposite to the first direction. In these prior-art systems, the double-pass lens groups have negative power. For this reason, light incident to the concave mirror is divergent and the diameter of the concave mirror must be large.
The double-pass optical system of Japanese laid-open patent document 4-234722 (1992) is symmetric; aberrations in this optical system are extremely low, simplifying aberration correction in the subsequent refractive optical system. However, because it is symmetric, the optical system has a short working distance. In addition, because it is difficult with this system to separate the incident light beam and the reflected light beam, a beamsplitter is required. The preferable location for the beamsplitter in such a projection system is near the concave mirror. Consequently, the beamsplitter is large, heavy, and expensive.
The optical system of U.S. Pat. No. 4,779,966 comprises a concave mirror in a second imaging system. In this system, diverging light enters the concave mirror and the concave mirror must have a large diameter.
Optical systems comprising more than one mirror can use fewer lenses than a purely refractive optical system, but other problems arise. In order to increase resolution and depth of focus, phase-shift masks are frequently used. In order to effectively use a phase-shift mask, the ratio σ of the numerical aperture of the irradiation optical system and the numerical aperture of the projection system should be variable. While an adjustable aperture is easily located in the irradiation optical system, a catadioptric projection system usually has no suitable location for a corresponding aperture, adjustable or not.
In a catadioptric projection system in which a double-pass lens group is placed within a demagnifying portion of the optical system, the demagnification reduces the distance between the reflecting elements and the semiconductor wafer. This limits the number of lens elements that can be inserted in the optical path, and thus limits the numerical aperture of the projection system and the total optical power available to expose the wafer. Even if a high numerical aperture is possible, the working distance (i.e., the distance between the wafer and the most imagewise surface of the optical system) is short.
Prior-art catadioptric projection systems have optical elements arranged along more than one axis, using prisms or mirrors to fold the optical pathway. The alignment of optical elements in a system with more than one axis is expensive and difficult, especially when high resolution is required. Prior-art catadioptric projection systems are also difficult to miniaturize while simultaneously maintaining image quality. In addition, in a miniaturized prior-art catadioptric projection system, the beam-separation mirror that separates the incident light beam from the reflected light beam is likely to obstruct one of these beams.
Increasing the magnification of the intermediate image and moving the beam-separation mirror away from the optical axis have been considered as solutions to this problem. However, changing the magnification of the intermediate image requires changes to the remainder of the optical system to maintain an appropriate magnification on the wafer. This causes loss of image quality.
Moving the beam-separation mirror away from the optical axis without changing the magnification of the intermediate image can be accomplished by using light beams propagating farther off-axis and increasing the diameter of the projection system. Both of these changes are undesirable, leading to a larger, heavier projection system with less resolution.
Some prior-art catadioptric projection systems are used in full-field exposure systems in which patterns from an entire reticle are projected onto the wafer in a single exposure. Examples include the catadioptric projection systems of Japanese laid-open patent documents 2-66510 (1990), 3-282527 (1991), and 5-72478 (1993), and U.S. Pat. No. 5,089,913. These systems have a beamsplitter (or a partially reflecting mirror) placed near a concave mirror. The beamsplitter directs light to the concave mirror and to the wafer. Because the light is divergent near the concave mirror, the beamsplitter must be large. Large beamsplitters made of prisms are expensive and difficult to manufacture; plate-type beamsplitters are difficult to keep precisely planar. Large prisms have other disadvantages, including their weight and the difficulty of obtaining suitable raw material for their manufacture. A large beamsplitter tends to degrade image quality because of non-uniform reflectance, phase change, and absorption. For ultraviolet projection systems, a prism beamsplitter tends to have low transmittance.
In view of the foregoing, improved catadioptric projection systems for microlithography systems are needed.
SUMMARY OF THE INVENTIONThis invention provides catadioptric projection systems that are readily miniaturized while maintaining image quality. A catadioptric projection system according to this invention comprises a first imaging system and a second imaging system. The first imaging system comprises a single-pass lens group and a double-pass lens group including a concave mirror. Light from an illuminated region of the reticle returns through the single-pass lens group and then enters the double-pass lens group. Light propagates through the double-pass lens group in a first direction, strikes the concave mirror, and then returns through the double-pass lens group in a second direction opposite the first direction. A turning mirror is provided between the single-pass lens group and the double-pass lens group. In some embodiments of the invention, the turning mirror directs the light from the first imaging system (after reflection by the concave mirror and back through the double-pass lens group) to the second imaging system. In alternative embodiments of the invention, the turning mirror directs light exiting the single-pass lens group to the double-pass lens group. The first imaging system forms an intermediate image of the illuminated region of the reticle near the turning mirror; the second imaging system re-images the intermediate image and forms an image of the illuminated region of the reticle on a substrate, typically a semiconductor wafer.
In such catadioptric projection systems, the diameter of the concave mirror can be kept small, the ratio of the imaging-optical-system numerical aperture and the illumination-optical-system numerical aperture a can be variable, and an appropriate location is available for an aperture if phase-shift masks are used. In addition, such catadioptric projection systems have high numerical apertures and hence provide sufficient irradiation to the wafer as well as conveniently long working distances.
The second imaging system comprises a first lens group and a second lens group.
The single-pass lens group comprises, in order starting at the reticle, a first negative subgroup, a positive subgroup, and a second negative subgroup. Single-pass optical groups with this configuration are compact, produce high-resolution images, and permit separation of incident and reflected light beams. The magnification of the first imaging system can be selected as appropriate while still maintaining excellent optical performance. Thus, the magnification of the intermediate image can be varied. Preferably, either the first imaging system or the second imaging system demagnifies the reticle. Obtaining a demagnification using the first imaging system simplifies the second imaging system.
The first negative subgroup preferably comprises a lens with a concave surface facing the reticle. The second negative subgroup preferably comprises a lens element with a concave surface facing the double-pass lens group.
In one example embodiment, the first imaging system further comprises another turning mirror that receives light transmitted by the single-pass lens group and directs the light along an axis of the double-pass lens group. This embodiment permits the reticle and the wafer to be on substantially the same optical axis.
In another example embodiment, the second imaging system comprises further comprises a turning mirror placed between the first lens group and the second lens group. This turning mirror receives light from the first lens group and directs the light along an axis of the second lens group. This embodiment permits the reticle and wafer to be in parallel planes.
Embodiments of the invention in which the reticle and wafer are in parallel planes or are along the same axis simplify wafer exposure in scanning systems. It will be readily apparent that the invention includes other arrangements of turning mirrors.
The foregoing and other objects, features, and advantages of the invention will become more apparent from the following detailed description which proceeds with reference to the accompanying drawings.
BRIEF DESCRIPTION OF THE DRAWINGSFIG. 1 is a general schematic representation of an optical system according to the invention.
FIG. 2 shows a catadioptric projection system according to a first example embodiment of the invention.
FIG. 3 is a detailed drawing of the first example embodiment of FIG. 2 with the catadioptric projection system unfolded for simplicity.
FIG. 4 contains graphs of transverse aberrations of the optical system of the first example embodiment at various image heights.
FIG. 5 shows a catadioptric projection system according to a second example embodiment of the invention.
FIG. 6 shows a catadioptric projection system according to a third example embodiment of the invention.
FIG. 7 is a general schematic representation of a prior-art optical system.
DETAILED DESCRIPTIONFor purposes of describing the invention, a "lens element" is a single lens (i.e., a single piece of "glass"); a lens "group" or "subgroup" comprises one or more lens elements. A positive lens, lens group, or subgroup has a positive focal length; a negative lens, lens group, or subgroup has a negative focal length. An "optical axis" is a straight line through centers of curvature of surfaces of optical elements. As will be apparent, an optical system can have more than one optical axis. Distances from an off-axis point to an optical axis are measured along a line through the point and perpendicular to the optical axis.
In order to describe the invention, a representation of a prior-art optical system is first described with reference to FIG. 7. Aray 102 from a location on a reticle R a distance d from anoptical axis 100 is incident on a lens group A1. The lens group A1 comprises, in order from the reticle R and along theoptical axis 100, a positive subgroup A12 and a negative subgroup A13. The lens group A1 bends theray 102 toward theoptical axis 100 so that the height b of theray 102 as it exits the negative subgroup A13 is reduced. For this reason, the optical path of theray 102 is easily blocked by a mirror M2 placed after the negative subgroup A13.
The present invention avoids this problem. With reference to FIG. 1, aray 202 from a location on a reticle R a distance d from anoptical axis 200 is incident to a lens group A1 comprising, in order from the reticle R, a first negative subgroup A11, a positive subgroup A12, and a second negative subgroup A13. The first negative subgroup A1, bends theray 202 away from theoptical axis 200. The positive subgroup A12 then bends theray 202 towards theoptical axis 200. The height a of theray 202 exiting the second negative subgroup A13 is thus increased in comparison with the prior-art system of FIG. 7, thereby reducing the likelihood of obstruction of theray 202 by a mirror M2.
Because rays from the reticle R are more distant from theoptical axis 200, the lens group A1 of FIG. 1 reduces the possibility of obstruction of rays from the reticle R by the mirror M2. Optical systems using such lens groups can be more compact and provide enhanced image quality in comparison with prior-art optical systems.
FIG. 2 shows a first example embodiment of the invention. The first example embodiment provides a catadioptric projection system that projects a demagnified image of a circuit pattern from an illuminated region 221 (FIG. 2(a)) of a reticle R onto a semiconductor wafer W. Theillumination region 221 is illuminated by an illumination optical system, not shown in FIG. 2. Such a projection system can project a pattern onto other substrates as well, such as a glass panel for a liquid crystal display, and it is apparent that the invention is not limited to systems for projecting circuit patterns onto semiconductor wafers. (Thus, it will be understood that "wafer" as used herein encompasses any of various appropriate substrates onto which an image, defined by the reticle R, can be projected.) In the example embodiments presented herein, the optical projection systems are intended for use at wavelengths around 193 nm but it will be apparent that the invention is also applicable to other wavelengths.
The optical projection system (FIG. 2(b)) of the first example embodiment comprises a first imaging system A that receives light from the illuminatedregion 221 of the reticle R and forms an intermediate image of the illuminated region. The optical projection system further comprises a turning mirror M2 placed near the intermediate image and a second imaging system B that receives light reflected by the turning mirror M2. The second imaging system B re-images the intermediate image onto acorresponding region 231 on the wafer W (FIG. 2(c)).
The first imaging system A comprises a single-pass lens group A1 and a double-pass lens group A2. In order from the reticle R and along anoptical axis 210, the single-pass lens group A1 comprises a first negative subgroup A11 comprising a negative lens with a concave surface facing toward the reticle R and a positive lens. Continuing along theoptical axis 210 from the first negative subgroup A11, the single-pass lens group A1 further comprises a positive subgroup A12 comprising preferably a single positive lens element, and a second negative subgroup A13 comprising a negative lens element with a concave surface facing the double-pass lens group A2. The second negative subgroup A13 is the closest of the subgroups of the single-pass lens group A1 to the double-pass lens group A2.
The double-pass lens group A2 is placed along theoptical axis 210 and receives light from the single-pass lens group A1 and directs light to a concave mirror M1 of the double-pass optical group A2, placed on theoptical axis 210. The concave mirror M1 reflects light back through the double-pass lens group A2. After passing through the double-pass lens group A2, the light forms an image near the turning mirror M2. The turning mirror M2 reflects light from the first imaging system A to the second imaging system B. The turning mirror M2 directs light propagating along theoptical axis 210 to propagate along anoptical axis 211 of the second imaging system.
The second imaging system B comprises, beginning near the turning mirror M2 and proceeding along theoptical axis 211, a first lens group B1 and a second lens group B2. An aperture S is placed between the first lens group B1 and the second lens group B2.
FIG. 3 shows the optical system of the first embodiment in detail. For clarity, the folded optical path caused by the concave mirror M1 and the turning mirror M2 has been unfolded by inserting virtual flat mirrors immediately behind the concave mirrors M1 and the turning mirror M2. These virtual mirrors are not actually part of the first example embodiment but serve to simplify FIG. 3. Such an unfolded representation of a catadioptric optical system will be readily understood by persons of ordinary skill in the art.
Table 1 contains specifications for the first example embodiment. In Table 1, the first column lists surface numbers, numbered from the reticle R to the wafer W. Surface numbers relevant to this discussion are specifically denoted in FIG. 3. The second, third, and fourth columns of Table 1 list the radii of curvature of the optical surfaces ("r"), surface separations ("d") along the optical axis, and the lens material, respectively. The fifth column indicates the group number for each of the optical elements. Distances are in mm. Some of the surfaces of Table 1 represent plane mirrors and other planar surfaces used to simplify FIG. 3; such surfaces do not represent actual optical elements.
Table 1 lists the elements of the double-pass lens group A2 twice. Surfaces indicated as part of the lens group A2 are surfaces through which pass light propagates immediately after propagating through the single-pass lens group A1 ; the same surfaces through which the light propagates immediately after reflection from the concave mirror M1 are indicated as belonging to the lens group A2 *. As will be apparent, the concave mirror M1 is included only once.
The lenses of the first embodiment are made of synthetic fused quartz (SiO2) and fluorite (CaF2). Axial chromatic aberration and chromatic difference of magnification (lateral color) are corrected for a wavelength range of ±0.1 nm about a wavelength of 193 nm for use with an ultraviolet excimer laser emitting at a wavelength of 193 nm. The Abbe numbers ν193 given are for fluorite and synthetic fused quartz at wavelengths of 193 nm ±0.1 nm instead of the customary visible wavelengths; the refractive indices n are for a wavelength of 193 nm.
As specified in Table 1, the optical projection system of the first example embodiment provides a demagnification of the reticle R on the wafer W of 1/4, a wafer-side numerical aperture of 0.6, and covers a span of 76 mm of the reticle R.
TABLE 1 ______________________________________ (First Example Embodiment) ______________________________________ Lens Material Properties Index of Abbe Number Material Refraction (n) ν.sub.193 ______________________________________ Fused Quartz 1.56019 1780 (SiO.sub.2) Fluorite 1.50138 2550 (CaF.sub.2) ______________________________________ Optical System Specifications Surf. No. r d Material Group ______________________________________ 0 -- 70.000000 R 1 -497.01528 15.000000 CaF.sub.2 A.sub.11 2 -2089.03221 0.100000 3 4955.40172 35.000000 SiO.sub.2 A.sub.11 4 -684.52303 0.100000 5 373.53254 40.000000 SiO.sub.2 A.sub.12 6 -458.84391 32.494228 7 -384.75862 15.000000 SiO.sub.2 A.sub.13 8 399.06352 11.499839 9 ∞ 0 10 ∞ 15.000000 11 ∞ 0 12 ∞ 30.000000 13 ∞ 0 14 ∞ 15.805933 15 360.53651 60.00000 CaF.sub.2 A.sub.2 16 -357.18478 1.00000 17 -410.75622 15.100000 SiO.sub.2 A.sub.2 18 272.78252 3.000000 19 264.76319 55.000000 CaF.sub.2 A.sub.2 20 -403.51844 8.000000 21 -313.01237 15.000000 SiO.sub.2 A.sub.2 22 -536.13663 141.754498 23 753.93969 16.200000 SiO.sub.2 A.sub.2 24 350.20343 24.941513 25 502.28185 22.500000 SiO.sub.2 A.sub.2 26 1917.58499 72.939269 27 696.45818 25.920000 CaF.sub.2 A.sub.2 28 422.44154 45.000000 29 -165.29930 15.000000 SiO.sub.2 A.sub.2 30 -247.15361 7.435035 31 447.76970 4D.000000 SiO.sub.2 A.sub.2 32 -650.53438 176.819005 33 -207.03257 15..000000 SiO.sub.2 A.sub.2 34 3807.25755 27.000000 35 ∞ 0 36 316.26451 27.000000 (M.sub.1) A.sub.2 37 -3807.25755 15.000000 SiO.sub.2 A.sub.2 * 38 207.03257 176.819005 39 650.53438 40.000000 SiO.sub.2 A.sub.2 * 40 -447.76970 7.435035 41 247.15361 15.000000 SiO.sub.2 A.sub.2 * 42 165.29930 45.000000 43 -422.44154 25.920000 CaF.sub.2 A.sub.2 * 44 -696.45818 72.939269 45 -1917.58499 22.500000 SiO.sub.2 A.sub.2 * 46 -502.28185 24.941513 47 -350.20343 16.20000 SiO.sub.2 A.sub.2 * 48 -753.93969 141.754498 49 536.13663 15.000000 SiO.sub.2 A.sub.2 * 50 313.01237 8.000000 51 403.51844 55.000000 CaF.sub.2 A.sub.2 * 52 -264.76319 3.000000 53 -272.78252 15.000000 SiO.sub.2 A.sub.2 * 54 410.75622 1.000000 55 357.18478 60.000000 CaF.sub.2 A.sub.2 * 56 -360.53651 15.805933 57 ∞ 0 58 ∞ 30.000000 59 ∞ 0 60 ∞ 130.000000 M.sub.2 61 408.08942 20.000000 SiO.sub.2 B.sub.1 62 203.49020 3.000000 63 207.52684 30.000000 CaF.sub.2 B.sub.1 64 19354.35793 0.100000 65 429.85442 35.000000 SiO.sub.2 B.sub.1 66 -403.83438 14.478952 67 -353.07980 15.000000 SiO.sub.2 B.sub.1 68 261.24968 31.363884 69 -219.57807 23.000000 SiO.sub.2 B.sub.1 70 -348.23898 1.990938 71 502.56605 40.000000 CaF.sub.2 B.sub.1 72 -747.25197 421.724019 73 638.73572 29.160000 SiO.sub.2 B.sub.1 74 -809.39570 0.079197 75 316.55680 32.805000 SiO.sub.2 B.sub.1 76 309.57052 15.000000 77 -- 54.627545 S 78 213.28576 51.714105 CaF.sub.2 B.sub.2 79 -7409.32571 13.778100 80 -616.12401 39.000000 SiO.sub.2 B.sub.2 81 -1209.66082 0.373771 82 472.08983 39.000000 SiO.sub.2 B.sub.2 83 1043.43948 0.267894 84 103.01598 49.409891 SiO.sub.2 B.sub.2 85 77.85822 9.349712 86 81.54405 32.465682 CaF.sub.2 B.sub.2 87 6656.48506 3.061800 88 -400.35184 13.094819 SiO.sub.2 B.sub.2 89 -922.72813 1.399628 90 1101.31959 16.951746 SiO.sub.2 B.sub.2 91 -554.93213 1.641793 92 1392.34272 16.702978 SiO.sub.2 B.sub.2 93 3939.24661 15.000000 94 ∞ W ______________________________________
FIG. 4 provides graphs of transverse aberrations of the first example embodiment for several values of image height Y at three wavelengths. As is apparent from FIG. 4, the transverse aberrations are well-corrected even at the full numerical aperture.
In the first example embodiment, the optical projection system does not project the entire reticle R onto the wafer W in a single exposure. Rather, as shown in FIG. 2(a), an illuminatedregion 221 of the reticle R is projected onto acorresponding exposure region 231 on the wafer W (FIG. 2(c)). In the first embodiment, the illuminatedregion 221 is rectangular, 120 mm long and 24 mm wide. The length of the illuminatedregion 221 is symmetrically placed with respect to aline 222 perpendicular to theoptical axis 210. The width of the illuminatedregion 221 is such that the illuminatedregion 221 extends from 52 mm to 76 mm from aline 223 perpendicular to theoptical axis 210.
The pattern from the entire reticle R is transferred to the wafer W by synchronously scanning both the reticle R and the wafer W during exposure of thewafer W. Arrows 241, 242 indicate the scan directions for the reticle R and the wafer W, respectively. It will be apparent that other shapes and sizes of the illuminated region can be used.
In the first example embodiment, the turning mirror M2 receives light reflected by the concave mirror M1 and directs the light to the second imaging system B. The invention also provides an alternative arrangement in which the turning mirror M2 receives light from the single-pass lens group and directs the light to the double-pass lens group and the concave mirror M1. Light reflected by the concave mirror M2 then propagates directly to the second imaging system without reflection by the turning mirror M1. In the first example embodiment and in such a modification of the first example embodiment, the turning mirror M1 thus separates light propagating from the double-pass optical group A2 and light propagating to the double-pass optical group A2.
A second example embodiment of the invention is shown in FIG. 5. The optical projection system of FIG. 5 is similar to that of the embodiment of FIG. 2. Light from an illuminated region 321 (FIG. 3(a)) of a reticle R is directed to, beginning nearest the reticle R and along anoptical axis 310, a single-pass lens group A1 comprising a first negative subgroup A11, a positive subgroup A12 and a second negative subgroup A13. After the second negative subgroup A13, a turning mirror M0 reflects the light along anoptical axis 311 of a double-pass lens group A2 including a concave mirror M1. Light is transmitted by the double-pass lens group A2 and is reflected by the concave mirror M1 back through the double-pass lens group A2 to a turning mirror M2. An intermediate image of the illuminatedregion 321 is formed near the turning mirror M2.
The turning mirror M2 directs the light from the illuminated region of the reticle R along theoptical axis 310 which is an optical axis of the second imaging system B as well as of the single-pass lens group A1. The second imaging system B receives light from the turning mirror M2 and re-images the intermediate image onto acorresponding region 331 on the wafer W. As will be apparent, the second embodiment differs from the first embodiment in that the turning mirror M0 is placed between the single-pass lens group A1 and the double-pass lens group A2. The turning mirror M0 permits the reticle R and the wafer W to be in parallel planes. As shown in FIG. 5, the reticle R and the wafer W are along the same optical axis 312.
With reference to FIG. 6, an optical system according to a third example embodiment of the invention differs from the first embodiment in that a turning mirror M3 is placed between the first lens group B1 and the second lens group B2 of the second imaging system B. As a result of the reflection by the turning mirror M3, the optical system of the third example embodiment transfers a pattern from an illuminatedregion 421 of the reticle R (FIG. 6(a)) to the wafer W wherein the reticle R and the wafer W are in parallel planes. Unlike the second example embodiment, the wafer W and the reticle R of the third example embodiment are on separateoptical axes 401, 402 of the first imaging system A and the second lens group B2 of the second imaging system B, respectively.
In the third example embodiment, the turning mirror M2 receives light reflected by the concave mirror M1 and directs the light to the second imaging system B. The invention also provides an alternative arrangement in which the turning mirror M2 receives light from the single-pass lens group and directs the light to the double-pass lens group and the concave mirror M1. Light reflected by the concave mirror M2 then propagates directly to the second imaging system without reflection by the turning mirror M1.
The first, second, and third example embodiments are similar to each other, but differing in respect to the number and placement of turning mirrors. Therefore, these example embodiments provide the same image quality.
In each of the example embodiments described above, the single-pass lens group A1 comprises a first negative subgroup, a positive subgroup, and a second negative subgroup. The catadioptric projection systems of this invention are readily miniaturized with no loss of image quality. While FIGS. 2, 5, and 6 show a scanning exposure of the wafer W, the catadioptric projection systems of this invention can also be used for full-field exposure.
The catadioptric projection systems of the present invention include several other favorable characteristics. First, a turning mirror (or a beamsplitter) can be placed near the intermediate image, thereby reducing the size of the turning mirror. Second, unlike conventional catadioptric projection systems that allow light reflected by a mirror to overlap with the incident light (which makes placement of the aperture S difficult), the catadioptric projection systems of the present invention allow the aperture S to be placed in the second imaging system B so that the ratio of the numerical apertures of an irradiation optical system to the catadioptric projection system σ can be easily varied. Third, by increasing the number of lens elements in the second imaging system B, the numerical aperture of the catadioptric projection system according to the invention can be increased. Fourth, re-imaging the intermediate image by the second imaging system B provides a long working distance. Fifth, the catadioptric projection systems of the invention are compact. Finally, because light reflected from the concave mirror M1 is returned near the focused image, off-axis lens aberrations are reduced.
With the additional turning mirrors of the second and third example embodiments, the relative orientations of the reticle R and the wafer W can be adjusted. I.e., the second example embodiment, the reticle R and wafer W are parallel to each other and on the same optical axis. In the third example embodiment, the reticle R and the wafer W are parallel to each other but are situated on offset but parallel optical axes. Thus, the present invention permits orienting the reticle R and the wafer W in a way allowing simplification of the scanning systems.
The catadioptric projection systems of the example embodiments also permit the turning mirrors to closely approach the respective optical axes. Therefore, light reflected by the concave mirror M1 back through the double-pass lens group A2 is easily separated from the light propagating from the single-pass lens group A1 to the double-pass lens group A2. Because the turning mirror or mirrors are situated close to the respective optical axes, light need not propagate at large angles with respect to the optical axes and off-axis aberrations are reduced. Prior-art systems often require angles of 20° or more while the catadioptric projection systems of this invention use angles no greater than about 10°.
Some prior-art scanning projection systems expose an annulus of the wafer from a corresponding annular illuminated region of the reticle. The reticle and wafer are scanned at different speeds corresponding to the magnification of the optical projection system. Because such scanning exposure systems expose only small areas of the wafer W at any give instant, complete exposure of the wafer W requires many incremental exposures. If the light from a radiation source is used inefficiently, exposure times will be long. Because the catadioptric projection systems of this invention do not require large angles for separating light incident to and exiting from the concave mirror, the catadioptric projection systems can have high numerical apertures, thereby reducing exposure times.
Because the first imaging system A and the second imaging system B are independent of each other, manufacture and alignment are simple.
Having illustrated and demonstrated the principles of the invention in a example embodiments, it should be apparent to those skilled in the art that the example embodiments can be modified in arrangement and detail without departing from such principles. I claim as the invention all that comes within the scope of these claims.